What am I?
5n+8=33
What is n
Variable
What is the first step to solve this equation
3m + 4 = 19
Subtract 4
Solve for a
a + 9 = 14
a=5
Solve for m
2m + 5 = 17
m=6
*** NEXT STEP QUESTION***
WORTH 2X THE POINTS!!!!!
You've just been hired as a security consultant for the city museum's newest exhibit: a solid gold artifact locked inside a square vault door. The vault door measures 14 feet on each side.
To keep it safe, the security team wants to install a laser tripwire that runs along the entire outer edge of the vault door. If one alarm goes off, the whole heist is over.
How many feet of laser tripwire does the team need to buy to cover the entire perimeter of the vault door?
Answer: Perimeter = 4 × side = 4 × 14 = 56 feet of laser tripwire.
What is the number 5 called in this equation
Coefficient
In this equation what does 6p=
6p − 5 = 25
6p=30
solve for b
b − 6 = 11
b=17
Solve for n
3n − 4 = 11
n=5
*** NEXT STEP QUESTION***
WORTH 2X THE POINTS!!!!!
Operation Monuments: The Getaway
With the painting secured, your team needs to make a clean escape. The dealer's estate is surrounded by a rectangular security fence, and your extraction team has mapped out a path that runs along the entire fence line to avoid the motion-sensor floodlights covering the open lawn.
The estate grounds measure 120 feet long and 75 feet wide.
How many feet will your team travel if they run along the entire perimeter of the fence to reach the extraction point?
Answer: Perimeter = 2 × (length + width) = 2 × (120 + 75) = 2 × 195 = 390 feet.
5n+8=33
What is the number 8 in this equation
Constant
What does 4r equal in this equation
4r − 7 = 21
4r=28
Solve for c
7c = 42
c=6
Solve for p
5p + 9 = 34
p=5
*** NEXT STEP QUESTION***
WORTH 2X THE POINTS!!!!!
Operation Monuments
Your final target: a priceless painting stolen from a European museum during World War II, now hidden in the private collection of a reclusive art dealer who's kept it hidden for decades. Tonight, your team is getting it back to its rightful home.
The painting is displayed inside a triangular display case in the dealer's study, mounted against the wall. To disable the case's alarm without breaking the glass, you need to run a strip of conductive tape along all three edges of the triangular frame. The sides measure 7 feet, 9 feet, and 11 feet.
Answer: Perimeter = 7 + 9 + 11 = 27 feet of conductive tape.
Expression
Distribute the 2
2(q + 3) = 16
2q+6=16
Solve for d
d ÷ 4 = 9
d=36
Solve for q
4q − 7 = 21
q=7
*** NEXT STEP QUESTION***
WORTH 2X THE POINTS!!!!!
The Floor Plan
Before the crew can plan their route through the mansion, they need to know how much ground they're covering. The mansion's grand ballroom — the room they must cross silently to reach the rotunda — is a perfect square, each side measuring 25 feet.
The team's tech specialist needs to know the total floor area to calculate how long the sound-dampening rug they're laying down needs to be, so no footstep echoes through the room.
How many square feet of ballroom floor will the rug need to cover?
Answer: Area = side² = 25 × 25 = 625 square feet.
*** NEXT STEP QUESTION***
WORTH 2X THE POINTS!!!!!
SOLVE FOR N
5n+8= 33
n=5
*** NEXT STEP QUESTION***
WORTH 2X THE POINTS!!!!!
SOLVE FOR t
5(t − 2) = 20
t=6
Solve for K
k − 15 = 8
k=23
Solve for r
6r + 3 = 39
r= 6
*** NEXT STEP QUESTION***
WORTH 4X THE POINTS!!!!!
With the ballroom crossed, the crew reaches the base of the rotunda — the same circular room with the skylight from before. Before they climb up, they need to cover the entire circular floor with a pressure-sensor blanket so no one triggers the hidden floor alarms while setting up the climb.
The rotunda floor has a radius of 10 feet. (Use π ≈ 3.14 for this one.)
How many square feet of pressure-sensor blanket does the crew need to cover the entire rotunda floor?
Answer: Area = πr² = 3.14 × 10² = 3.14 × 100 = 314 square feet.